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Results tagged with algebraic-k-theory
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user 91041
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Does going-down theorem hold for local homomorphism of finite flat dimension?
Here's a counterexample with $A$ and $B$ of the same Krull dimension. Take $A = B = \mathbb{C}[x,y]_{(x,y)}$, and let $f: A \to B$ be the composition of the quotient of $A$ by $(y)$ with the embedding …
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